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首页> 外文期刊>Molecules >Molecular Simulation of the Adsorption and Diffusion in Cylindrical Nanopores: Effect of Shape and Fluid-Solid Interactions
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Molecular Simulation of the Adsorption and Diffusion in Cylindrical Nanopores: Effect of Shape and Fluid-Solid Interactions

机译:圆柱形纳米孔中吸附和扩散的分子模拟:形状与流体 - 固体相互作用

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摘要

We report on molecular simulations of model fluids composed of three tangentially bonded Lennard-Jones interaction sites with three distinct morphologies: a flexible "pearl-necklace" chain, a rigid "stiff" linear configuration, and an equilateral rigid triangular ring. The adsorption of these three models in cylindrical pores of diameters 1, 2, and 3 nm and with varying solid-fluid strength was determined by direct molecular dynamics simulations, where a sample pore was placed in contact with a bulk fluid. Adsorption isotherms of Type I, V, and H1 were obtained depending on the choice of pore size and solid-fluid strength. Additionally, the bulk-phase equilibria, the nematic order parameter of the adsorbed phase, and the self-diffusion coefficient in the direction of the pore axis were examined. It was found that both the molecular shape and the surface attractions play a decisive role in the shape of the adsorption isotherm. In general, the ring molecules showed a larger adsorption, while the fully flexible model showed the smallest adsorption. Morphology and surface strength were found to have a lesser effect on the diffusion of the molecules. An exceptional high adsorption and diffusion, suggesting an enhanced permeability, was observed for the linear stiff molecules in ultraconfinement, which was ascribed to a phase transition of the adsorbed fluid into a nematic liquid crystal.
机译:我们报告了由三个切向键合的Lennard-Jones互动部位组成的模型流体的分子模拟,具有三种不同的形态:柔性“珍珠项链”链,刚性“刚性”线性构造和等边刚性三角形环。通过直接分子动力学模拟测定直径1,2和3nm的圆柱形孔和不同的固体流体强度中的这三种模型的吸附,其中将样品孔与散装液接触。根据孔径和固体流体强度的选择,获得I,V和H1型I,V和H1的吸附等温线。另外,研究了体相平衡,吸附相的向列参数,以及孔轴方向上的自扩散系数。发现分子形状和表面吸引均在吸附等温线的形状中起着决定性作用。通常,环分子显示出较大的吸附,而完全柔性模型显示出最小的吸附。发现形态和表面强度对分子的扩散产生较小的影响。针对超侵入性的线性刚性分子观察到具有增强的渗透性的特殊的高吸附和扩散,其归因于吸附流体的相转变为向列液晶。

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